experimental investigation of the effect of flapping on
TRANSCRIPT
1
Experimental investigation of the effect of flapping on
the lift and thrust forces of 3D-wing
Mojtaba Ramezani Voloojerdi1, Mahmoud Mani 2*
1 PHD candidate, Aerospace Engineering Department, Amirkabir University of Technology, Tehran, Iran 2Prof, Aerospace Engineering Department, Amirkabir University of Technology, Tehran, Iran
ABSTRACT
Effects of flapping on lift and thrust forces in a 3D flapping wing has been investigated at low Reynolds
numbers and several reduced frequencies, using experimental tests in a subsonic wind tunnel. Tests have been
performed at Reynolds numbers 42000 to 170000 and reduced frequencies 0 to 0.45 that most birds flight at
this ranges. Also the ranges of angle of attacks are between 0°-24°. Results has shown that increase of reduced
frequency can enhance the lift force by up to 100 percent and in some cases reduce drag force to zero.
Furthermore, increment of reduced frequency has caused delay at stall of wing. Also by increasing the
Reynolds number from 42000 to 86000, major region of the boundary layer of wing surface becomes turbulent,
so maximum lift force increases by 40 percent. Wind tunnel test results show that the effect reduced frequency
on the lift force was dependent on the angle of attack, so at the lower attack angles, the increase of reduced
frequency did not affect the lift coefficient, but, with increment in angle of attack, the positive effect of the
reduced frequency on the coefficient of the lift force increased.
KEYWORDS
Flapping wing, Low Reynolds numbers, Wing aerodynamics, Subsonic flow, Micro air vehicle.
* Corresponding Author: Email: [email protected]
ACCEPTED MANUSCRIPT
2
1. Introduction
Shortened takeoff and landing distances and lowered
stall speeds, a characteristic of birds’ flights, would be
achievable with improved aerodynamic performance
including higher lift coefficient at lower incidence
angles and delayed stallSelig and Guglielmo designed
and analyzed new high-lift S1223 airfoil [1]. This airfoil
which has CLmax = 2.2 at Re = 2×105 is one of the most
known bird-like airfoils.
In other hand flapping of wing change the aerodynamic
properties of wing by providing thrust force and
increasing lift force. Some research about flapping
flight focused on aerodynamic properties of membrane
wings [2-7]. Thrust force in membrane wings is more
than thick wings but lift force of thick wings is more
than membrane wing, so thick flapping wings can
provide large capacity of payload in flight. Therefore,
aerodynamic properties of thick airfoil in flapping flight
subject of many researches. [8-13]
According to previous studies, testing and analyzing
a thick airfoil flapping wing that is very similar to cross
section of bird’s wing are mainly considered. Bird-like
S1223 airfoil is chosen for flapping wing in order to be
similar to bird wings cross section. All experiments are
conducted in different angles of attack for finding the
aerodynamic characteristics of flapping wings along
with the analysis of thrust and lift coefficients.
2. Experimental methods and facilities
2.1 Test models
Test model consist of two parts. The first is a
straight wing that inspired by nature, the S1223 airfoil
has been selected as the cross-section of this. The aspect
ratio of wing is 4.1. The second is flapping mechanism
that includes electric motor, gearbox, shaft and rods.
The characteristic of flapping model in comparison of
typical pigeon [8] was illustrated in table 1.
2.1 Experimental setup
Experiments were conducted in a subsonic, open
loop wind tunnel in the aerodynamic research laboratory
at the Amirkabir University of Technology with
rectangular 1m ×1m cross section and having a 1.8m
length test section. For boundary layer growth along the
tunnel walls, the test section is diverged by 1 degree.
The minimum and maximum velocity of the tunnel is
2.5 m/s and 60 m/s respectively that can be achieved via
a 100KW alternating current electric motor. To ensure
good flow quality in the test section, the tunnel settling
chamber contains a 4mm thick honeycomb and three-
layer anti-turbulence screens. The maximum turbulence
intensity is less than 0.2% measured by hot-wire
anemometry.
A view of the test bed and the model can be seen in
Figure 1. The external force balance was used to detect
the aerodynamic lift and drag forces of the wings. The
load limits are 240N along the normal axis (lift) and
80N on the horizontal axis (drag). In addition, the
minimum resolution along the horizontal axis is 0.001N,
and along the normal axis, it is 0.003N. Also, the
hysteresis of lift and drag forces are less than 0.1 and
0.15 percent respectively. The model is mounted on the
angle of attack setting device and this device is placed
on the external force balance as shown in Figure 2. As
illustrated in Fig.1c the analog voltage signals of force
balance are transmitted to a personal computer by an
amplifier and a data acquisition board. The data was
collected at a sample rate of 10 KHz for 7 seconds.
Table 1. Geometric and kinematic characteristics of the
Test model and pigeon
Parameter Test
model pigeon
Wing chord
0.15 m 0.11 m
Wing span
0.8 m 0.66 m
Wing area
0.1 m 0.062 m
Aspect ratio
4.1 7.2
Flapping frequency
0-5 Hz 8 Hz
Reduce frequency
0-0.45 0.25
Flapping amplitude
30° 0° -90°
Air speed
5-20 m/s 11 m/s
Figure 1. Model in test section
External force balance
ACCEPTED MANUSCRIPT
3
Figure 2. Schematic of experimental setup
3. Results and Discussion
The results of the wind tunnel test are presented in
this section. Aerodynamic forces on flapping wing are
measured in 0°-24° angles of attack and Reynolds
numbers 4.3×104, 8.6×104, 1.3×105, and 1.7×105. The
results are investigated in two subsections. In the first
subsection, the effects of reduce frequency on Lift
coefficient, CL and thrust coefficient, CT, are discussed.
In the second subsection, the effects of increasing
Reynolds number on CL, CT are analyzed. The
blockage of flow by walls would not occur as the span
of the wing is less than 80 cm, and test section width of
the wind tunnel is 1m.
The Reynolds number and reduce frequency are
given by equation 1 and equation 2:
ReVC
(1)
fCK
V
(2)
Where ρ is the density of air, V is the airspeed, C is the
cord of wing, µ is the coefficient of air viscosity, and f
is the flapping wing frequency.
3.1. Effects of reduce frequency
The effect of reduce frequency on lift and thrust
coefficients shown on Figure 3 for Re=42000. Based on
Figure 3 increment of reduce frequency, increases the
lift force up to 100% and increase the stall angle, also
reduce the thrust force.
The effect of angle of attacks on lift and thrust force
coefficients shown on Figure 4. In low angle of attacks,
reduce frequency is not affected on lift force but in high
angle of attacks lift force increases by increment of
reduce frequency due to reattachment of separated flow
on the wing.
3.2. Effects of Reynolds number
The effects of Reynolds number on lift and thrust
force for k = 0.1 shown on Figure 5. As shown in this
figure the increment of Reynolds number from 42000 to
86000 increases the lift force and the stall angle due to
the enlargement of the turbulent boundary layer on the
wing.
Figure 3. Effects of reduce frequency on force coefficients
Figure 4. Effects of angle of attacks on force coefficients
Figure 5. Effects of Reynolds No. on force coefficients
4. Conclusions
A flapping bird-inspired wing platform is proposed
and investigated experimentally. The main result of this
investigation mentioned as below.
- Increment of reduce frequency increases stall angle
and lift force up to 100% for Re=42000.
ACCEPTED MANUSCRIPT
4
- In low angle of attack increment of reduce frequency
increases thrust force but not affected on lift force
while in high angle of attacks not affected on thrust
force and increases the lift force.
- The increment of Reynolds number from 42000 to
86000 increases the lift force the stall angle due to
the enlargement of the turbulent boundary layer on
the wing.
5. References
[1] Michael S. Selig and James J. Guglielmo, High-Lift
Low Reynolds Number Airfoil Design, Journal of
Aircraft, 34(1) (1997) 72–79.
[2] Paul Gallivan and James DeLaurier, An
Experimental Study of Flapping Membrane Wings,
Canadian Aeronautics and Space Journal, 53(2)
(2007) 35-46.
[3] K.Mazaheri and A.Ebrahimi, Experimental
investigation of the effect of chordwise flexibility
on the aerodynamics of flapping wings in
hovering flight, Journal of Fluids and Structures,
26(4) (2010) 544-558.
[4] K. Mazaheri and A.Ebrahimi, Experimental
investigation on aerodynamic performance of a
flapping wing vehicle in forward flight, Journal of
Fluids and Structures, 27(4) (2011) 586-595.
[5] K. Mazaheri and A.Ebrahimi, Experimental study
on interaction of aerodynamics with flexible wings
of flapping vehicles in hovering and cruise flight,
Archive of Applied Mechanics, 80(11) (2010)
1255-1269.
[6] A. W. Mackowski and C. H. K. Williamson,
Investigation of strouhal number effect on flapping
wing micro air vehicle, 45th AIAA Aerospace
Sciences Meeting and Exhibit, AIAA 2007-486.
[7] A. Muniappan, V Baskar, and V Duriyanandhan,
Lift and Thrust Characteristics of Flapping Wing
Micro Air Vehicle (MAV), 43rd AIAA Aerospace
Sciences Meeting and Exhibit, AIAA 2005-1055.
[8] Michael Vest and Joseph Katz, Aerodynamic study
of a flapping-wing micro-UAV, 37th Aerospace
Sciences Meeting and Exhibit, (1999)
[9] Norizham Abdul Razak and Grigorios Dimitriadis,
Experimental study of wings undergoing active root
flapping and pitching, Journal of Fluids and
Structures, 49 (2014) 687-704.
[10] Norizham A. Razak, Rothkegel Ide, José Ignacio,
and Dimitriadis, Grigorios, Experiments on a 3-D
Flapping and Pitching Mechanical Model,
Proceedings of the 2009 International Forum on
Aeroelasticity and Structural Dynamics, IFASD-
2009-124.
[11] Thomas J. Mueller, WIND TUNNEL
EXPERIMENTS ON A FLAPPING DRONE,
Proceedings of the 15th International Forum on
Aeroelasticity and Structural Dynamics, IFASD
2011, IFASD-2011-154.
[12] K. Jones, B. Castro, O. Mahmoud, S. Pollard, M.
Platzer, M. Neef, K. Gonet, and D. Hummel, A
collaborative numerical and experimental
investigation of flapping-wing propulsion, 40th
AIAA Aerospace Sciences Meeting & Exhibit,
(2002).
[13] G.S.Triantafyllou, M.S.Triantafyllou,
M.A.Grosenbaugh, Optimal thrust development in
oscillating foils with application to fish propulsion,
Journal of Fluids and Structures, 7(2) (1993) 205-
224.
↑ please level both columns of the last page as far as possible. ↑
ACCEPTED MANUSCRIPT